Description

Book Synopsis
Foreword by Stephen L Adler (Institute for Advanced Study, USA)
Illustrations by Peggy Adler
The term Phyllotaxis refers to the patterns on plants formed by the arrangement of repeated biological units. In nearly all cases, the Fibonacci Numbers and the Golden Ratio occur in these arrangements. This topic has long fascinated scientists. Over a period of more than two decades, Irving Adler wrote a number of papers that construct a rigorously derived mathematical model for Phyllotaxis, which are major and enduring contributions to the field. These papers are collected in this reprint volume to enable their access to a wider readership.

Table of Contents
Introduction; A Model of Contact Pressure in Phyllotaxis; A Model of Space Filling in Phyllotaxis; The Consequences of Contact Pressure in Phyllotaxis; An Application of the Contact Model of Phyllotaxis to the Close Packing of Spheres around a Cylinder in Biological Fine Structure; The Role of Continued Fractions in Phyllotaxis; The Role of Mathematics in Phyllotaxis; Generating Phyllotaxis Patterns on a Cylindrical Point Lattice; A Yardstick for Measuring the Adequacy of a Model of Phyllotaxis.

Solving The Riddle Of Phyllotaxis: Why The

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    A Hardback by Irving Adler, Stephen L Adler, Peggy Adler

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      View other formats and editions of Solving The Riddle Of Phyllotaxis: Why The by Irving Adler

      Publisher: World Scientific Publishing Co Pte Ltd
      Publication Date: 07/09/2012
      ISBN13: 9789814407625, 978-9814407625
      ISBN10: 9814407623

      Description

      Book Synopsis
      Foreword by Stephen L Adler (Institute for Advanced Study, USA)
      Illustrations by Peggy Adler
      The term Phyllotaxis refers to the patterns on plants formed by the arrangement of repeated biological units. In nearly all cases, the Fibonacci Numbers and the Golden Ratio occur in these arrangements. This topic has long fascinated scientists. Over a period of more than two decades, Irving Adler wrote a number of papers that construct a rigorously derived mathematical model for Phyllotaxis, which are major and enduring contributions to the field. These papers are collected in this reprint volume to enable their access to a wider readership.

      Table of Contents
      Introduction; A Model of Contact Pressure in Phyllotaxis; A Model of Space Filling in Phyllotaxis; The Consequences of Contact Pressure in Phyllotaxis; An Application of the Contact Model of Phyllotaxis to the Close Packing of Spheres around a Cylinder in Biological Fine Structure; The Role of Continued Fractions in Phyllotaxis; The Role of Mathematics in Phyllotaxis; Generating Phyllotaxis Patterns on a Cylindrical Point Lattice; A Yardstick for Measuring the Adequacy of a Model of Phyllotaxis.

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